Please give me only one solution without AI or chatbot.

A circular loop of diameter D = 5 cm lies in the x-y plane. It is made of a copper wire with a square cross section and edge length L = 1.5 mm. It is open at a narrow point, so that we can connect a (ideal) voltage meter there. The specific resistance of copper is 1.7 '- 10'8 Qm. The loop is in a homogeneous magnetic field of strength 0.1 T, pointing in the positive 2 direction. When the loop rotates with an angular velocity to around the x-axis, a voltage is induced and measured by the voltage meter. a) Give the expression for the magnetic flux through the coil as a function of time. Note: At timet = 0 s, the loop is lying in the x-y plane and the normal vector to the loop surface is pointing along the positive z-axis. b) Determine the temporal variation of the induced voltage. c) At what angular velocity u) must the loop rotate around the x-axis to induce a maximum voltage of 5 mV? d) What is the magnitude of the maximum induced current in the loop